Four bar mechanism, can be classified into two types.
Here,
'a' denotes the largest link and its dimension;
'b' denotes the link opposite to 'a';
'c' is the largest among the two remaining links;
'd' denotes the link opposite to 'c'
Now, we can write,
a > b and c > d
Also (a+b) > (c+d)
The above established notation was done by Harding. Once we have understood this notation, we can classify any four bar mechanism as follows;
Various inversion of class 1 and class 2 mechanism can obtained which is discussed here
- Class 1 four bar mechanism and
- Class 2 four bar mechanism
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| Notation used in the discussion of classification of 4-bar mechanism |
'a' denotes the largest link and its dimension;
'b' denotes the link opposite to 'a';
'c' is the largest among the two remaining links;
'd' denotes the link opposite to 'c'
Now, we can write,
a > b and c > d
Also (a+b) > (c+d)
The above established notation was done by Harding. Once we have understood this notation, we can classify any four bar mechanism as follows;
- Class 1 Mechanism : If the shortest of the four link can makes a complete 360 deg rotation, and all other links just oscillates, then that type of mechanism is called class 1 mechanism. Criteria for a mechanism to be class 1 is (a-b) < (c-d).
- Class 2 Mechanism : In this class, link dimensions are such that not any of the four links can makes a complete 360 deg rotation, criteria of mechanism to be class 2 is (a-b) > (c-d).
Various inversion of class 1 and class 2 mechanism can obtained which is discussed here

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